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Yes, she was a mathematician. If you have a specific question then please ask it but don't just stack a few words and assume that it makes a sensible question.

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7y ago

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What is 3 contributions Sofia Kovalevskaya is to mathematics?

how did or does Sofia Kovalevskaia contribution to math


What are some math words that start with the letter h?

Klein-Gordon Equation Kovalevskaya Top Equations ket Kilogram Kite Kappa


What did Sophie germain go to college for?

to learn about math


How did Sophie germain become a mathematician?

because she liked math


Why did Sophie germain become a mathematician?

because she loveed math


What did Sofia kovalevskaya did in math?

She is probably best known for her work on partial differential equations. Her paper on the subject contains what is now known as the Cauchy–Kovalevskaya theorem, which gives conditions under which a certain class of those equations does have solutions.For her doctorate she also presented papers, at the University of Göttingen, on the dynamics of Saturn's rings and on elliptic integrals.


What kind of math did Sophie germain contribute to?

i dont know the answer. i need the answer. :) ⬅️ nice answer


What math equation did sonya kovalskaya figure out?

She did not figure out a particular equation but found the set of conditions under which solutions to a class of partial differential equations would exist. This is now known as the Cauchy-Kovalevskaya Theorem.


What was the name of the woman in history who hid her identiy to learn math?

Sophie Germain did, in the 18th century.


What was Sophie germain benefits to the math world?

Sophie Germain's research was vital in proving Fermat's Last Theorem and she was the only woman to achieve such a fete. Germain's passed away in June 1831.


What was Sophie German famous for?

Her contributions to math. Most famous for the elasticity theory, differential geometry, and number theory.


How did Sophie germain contribution to math?

Sophie Germain made significant contributions to mathematics, particularly in number theory and elasticity. She is best known for her work on Fermat's Last Theorem, where she developed a strategy to prove the theorem for specific cases, now referred to as "Sophie Germain primes." Additionally, her research in mathematical physics laid the groundwork for the theory of elasticity, and she was one of the first women to gain recognition in a male-dominated field, paving the way for future female mathematicians.